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  1. Climate Models Are Not Practicing the Scientific Method

    Climate Models Are Not Practicing the Scientific Method

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  2. Using Mathcad 15 for solving partial differential equation (PDESOLVE)

    Using Mathcad 15 for solving partial differential equation (PDESOLVE)

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    392
  4. Solving Heat equation (partial differential equation) and heat kernel

    Solving Heat equation (partial differential equation) and heat kernel

    1
    1
    15
  5. Gravitation, by Misner, Thorne and Wheeler,Chapters 16 to20.

    Gravitation, by Misner, Thorne and Wheeler,Chapters 16 to20.

    2
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    309
  6. Gravitation, Chapters 11 to 15, By Misner, Thorne and Wheeler

    Gravitation, Chapters 11 to 15, By Misner, Thorne and Wheeler

    290
  8. Sparse Matrices to Speed up Calculations (Part 2): Partial Differential Equations - 1-D Diffusion

    Sparse Matrices to Speed up Calculations (Part 2): Partial Differential Equations - 1-D Diffusion

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    12
    41
  10. Transforming Ordinary Differential Equations to A simple Algebraic System Using SciPy (Part 1)

    Transforming Ordinary Differential Equations to A simple Algebraic System Using SciPy (Part 1)

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    34
    1
  11. Using Numpy's Polynomial Functionality

    Using Numpy's Polynomial Functionality

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    5
    15
  12. What Math Classes do Engineers (and Physics Majors) Take? (Part 2)

    What Math Classes do Engineers (and Physics Majors) Take? (Part 2)

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    2
    8
  13. X Class Solar Flare, Stellar Micronova, Sun Temp | S0 News Mar.29.2024

    X Class Solar Flare, Stellar Micronova, Sun Temp | S0 News Mar.29.2024

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  14. The Torus: a compact, oriented 2D-manifold with genus 1

    The Torus: a compact, oriented 2D-manifold with genus 1

    5
    0
    53
  15. Numpy and Scipy: Using Sparse Matrices to Speed up Calculations (part 1)

    Numpy and Scipy: Using Sparse Matrices to Speed up Calculations (part 1)

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    6
    22
  17. Electron Microscopy and Unidentified "Viral" Objects

    Electron Microscopy and Unidentified "Viral" Objects

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    204
    1
  18. FUBINI'S THEOREM: application exercise (double integrals)

    FUBINI'S THEOREM: application exercise (double integrals)

    151
  19. Differential Equations: Potassium-40 Decay: The chemical element potassium is a soft metal that can

    Differential Equations: Potassium-40 Decay: The chemical element potassium is a soft metal that can

    49
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